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On the matrix sequence \(\{\Gamma(A^m)\}_{m=1}^\infty\) for a Boolean matrix \(A\) whose digraph is linearly connected - MaRDI portal

On the matrix sequence \(\{\Gamma(A^m)\}_{m=1}^\infty\) for a Boolean matrix \(A\) whose digraph is linearly connected (Q2448228)

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On the matrix sequence \(\{\Gamma(A^m)\}_{m=1}^\infty\) for a Boolean matrix \(A\) whose digraph is linearly connected
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    On the matrix sequence \(\{\Gamma(A^m)\}_{m=1}^\infty\) for a Boolean matrix \(A\) whose digraph is linearly connected (English)
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    30 April 2014
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    irreducible Boolean \((0, 1)\)-matrices
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    powers of Boolean \((0, 1)\)-matrices
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    linearly connected digraphs
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    index of imprimitivity
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    \(m\)-step competition graphs
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    graph sequence
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    powers of digraphs
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